If I were to decide to pursue a degree in applied mathematics, what specific applications can one typically expect to study?

I’m just a little confused about what applied mathematics really is.

I want to learn about applications of mathematics to scientific/physical phenomena.

I am not interested at all about the application of mathematics to solving economic or industrial problems.

Should I consider another major?

What can I realistically expect to study?

Im not studying math but i have friends that does...

if you want to study physical phenomena there are also many area of mathemathics that physicist use: functional analysis, topology, algebraic geometry, symplectic geometries. But also statistical things and many others like computational stuff.

What im learning, studying theorethical physics and science in geneally is that our world force us to specialize in something and makes our mind thiniking that a doctor cannot solve a very difficult Integral. (i dont either). this is WRONG WRONG WRONG.
In the past (newton,fermat,descartes...) they were just looking for knowledge in the spirit of what a RESEARCHER should be.
So my suggestion is: go to University and do your first year, you'll find out by yourself waht is your vocation.

I'm going to say this because I think a lot of people have an odd view on what applied mathematics really is. Applied math is NOT the study of making mathematics into real world things, but more of taking real world ideas and turning them into math. If given the choice between studying a theorem useful to engineering or an interesting theorem, I feel most applied people will pick the interesting theorem.